A systematic design approach has been developed for thermal processes combining the ÿnite element method, design sensitivity analysis and optimization. Conductive heat transfer is solved in an Eulerian formulation, where the heat ux is ÿxed in space and the material ows through a control volume. For
Thermal optimization in transient thermoelasticity using response surface approximations
✍ Scribed by Schalk Kok; Nielen Stander; Willem Roux
- Publisher
- John Wiley and Sons
- Year
- 1998
- Tongue
- English
- Weight
- 185 KB
- Volume
- 43
- Category
- Article
- ISSN
- 0029-5981
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✦ Synopsis
Response surface methodology is used to construct approximations to temperature and stress in transient thermoelastic analysis of non-linear systems. The analysis forms the core component of a heating=cooling rate maximization problem in which the ordinates of the ambient temperature at equally spaced time intervals are chosen as the design variables. Polynomials or cubic splines are ÿtted through the ordinates to describe the ambient temperature proÿle required for the convective heat transfer analysis. An experimental design method based on D-optimality and a genetic algorithm was used to select the design points used to create the approximations. Linear response surfaces were found to be su ciently accurate, thereby minimizing the number of ÿnite element analyses. Two examples of which one is a thick-walled pressure vessel are used to illustrate the methodology. ?
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